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Characteristic Of Bipolar Fuzzy And Bipolar Fuzzy Divisor Of Zero Of A Ring


Author(s): M. Rajeshwari , K. A. Venkatesh
Affiliation: Department of Mathematics, School of Engineering, Presidency University, Bangalore, India
Year of Publication: 2017
Source: International Journal of Computing Algorithm
     
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Citation: M. Rajeshwari, K. A. Venkatesh. "Characteristic Of Bipolar Fuzzy And Bipolar Fuzzy Divisor Of Zero Of A Ring." International Journal of Computing Algorithm 6.1 (2017): 20-22.

Abstract:
During this paper, we present the documentation of characteristic of bipolar fuzzy and bipolar fuzzy divisor of zero of a ring, and study essential properties. We concentrate fundamental operation on characteristic of bipolar fuzzy and bipolar fuzzy divisor of a ring and explore a few properties of these ideas in association with bipolar fuzzy perfect of a ring.


Keywords Characteristic Bipolar fuzzy, bipolar fuzzy divisor of zero of a ring, bipolar fuzzy order of an element, bipolar fuzzy homomorphism of ring, Product of bipolar fuzzy subsets.


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@article{Cha1791322, author = {M. Rajeshwari,K. A. Venkatesh}, title = {Characteristic Of Bipolar Fuzzy And Bipolar Fuzzy Divisor Of Zero Of A Ring}, journal={International Journal of Computing Algorithm}, volume={6}, issue={1}, issn = {2278-2397}, year = {2017}, publisher = {Scholarly Citation Index Analytics-SCIA}

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  • [3] Anitha.M.S, K.L.Muruganantha Prasad & K.Arjunan, Notes on Bipolar valued fuzzy subgroups of a group, Bulletin of Society for Mathematical Services and Standards, Vol. 2, No. 3, 52-59,2013.
  • [4] Liu, W.–J., Fuzzy invariant subgroup and fuzzy ideals. Fuzzy Sets and Systems, 8 1982 133–139.
  • [5] Novak, V., Fuzzy Sets and Their Applications. Bristol: Adam Hilger 1989.
  • [6] Ray, A. K., Quotient group of a group generated by a subgroup and a fuzzy subset.Journal of Fuzzy Mathematics, 72 1999, 459–463.
  • [7] Asok KumarRay., A note on fuzzy characteristic and fuzzy divisor of zero of a ring, Novi Sad J. Math. , Vol. 34, No. 1, 2004, 39-45
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